@keyframes rwdcur84222 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABxElEQVRYhc2Wa47DIAyEh2rvhW+Wyc3Mybw/eBQIoKRdJTsSKiHAfDgYCvwT2VPGLwAg+BjEK1eegnjVD09AFIAN2yMQr1HjnRANQI7CnRDDCNwJcQCoo3AHxDICd0D89A079mw4kgFwoxeqOgUUkeGYA0A2N1gNMh08M/bep5pr+kxBCBpBQwozQTNY0zYzz1LVUt5CLIhlBNsfxcvV9ubvlS5UzejFTz/VoXEVhXaVdojCaPX50WBNJHIELq38bN/ZrN6/I3HIgiyCDoBVd0STASGEMlk9cW5vZc3PCcYCYVUdqtoY1ma5fd/30raRQ3MHQEOAqq7sG3xD2sUzqaqRZb8YACNpJPqcKIWknTkJXVWmUlWQBMmmDnA5+NRRfEUiAhFxIlLabFA0fb6vAfrVqSpSOp4aP82ClWEvcwBAoIQ9iiREZJgxHwMcjSPWTmDbGEGSti2mcAYYp+hFqWq1leMpF3d6LjbMlvquqDLm0z3w/vI7xz361c7ujcsAIuJC2mDZfCt/omwZ5gyR0tR9BNBDrNTDhHT6ZXPgi00oIi5eyXKq/8gcuHALzpRvNe8FIeisDwAczP8EICvv6sm7qc8v+Oe0x7oC8MgAAAAASUVORK5CYII=) 1 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur84222 1.3333333333333s linear infinite forwards;
}